On Wednesday, March 2, 2022 at 10:07:22 PM UTC+1 meeke...@gmail.com wrote:

>
>
> On 3/2/2022 12:58 PM, Tomas Pales wrote:
>
>
> On Wednesday, March 2, 2022 at 9:11:34 PM UTC+1 meeke...@gmail.com wrote:
>
>>
>>
>> On 3/2/2022 2:41 AM, Tomas Pales wrote:
>>
>>
>> On Wednesday, March 2, 2022 at 4:28:48 AM UTC+1 meeke...@gmail.com wrote:
>>
>>>
>>>
>>> On 3/1/2022 4:00 PM, Tomas Pales wrote:
>>>
>>>
>>> On Wednesday, March 2, 2022 at 12:17:43 AM UTC+1 meeke...@gmail.com 
>>> wrote:
>>>
>>>>
>>>>
>>>> On 3/1/2022 1:59 PM, Tomas Pales wrote:
>>>>
>>>>
>>>> On Tuesday, March 1, 2022 at 8:14:31 PM UTC+1 meeke...@gmail.com wrote:
>>>>
>>>>
>>>> But before we can assess whether something has a consistent description 
>>>> we need to specify the description precisely. With a vague description we 
>>>> may be missing an inconsistency lurking somewhere in it or there may 
>>>> appear 
>>>> to be an inconsistency that is not really there. For example, if we try to 
>>>> describe a quantum object in terms of classical physics the description 
>>>> will not be precise enough and the assumptions inherent in those terms 
>>>> will 
>>>> be contradictory. The ideal description would reveal the complete 
>>>> structure 
>>>> of the object down to empty sets but we can't physically probe objects 
>>>> around us to that level.
>>>>
>>>>
>>>> I think that's a cheat.   It's not that classical physics was 
>>>>> imprecise.  It was just wrong.  QM and Newtonian mechanics even have 
>>>>> different ontologies.  If you're wrong about the subject matter no amount 
>>>>> of logic will correct that.  Logic only explicates what is implicit in 
>>>>> the 
>>>>> premises.  It's a cheat to appeal to an ideal description when you have 
>>>>> no 
>>>>> way of producing such a description  or knowing if you have achieved it 
>>>>> or 
>>>>> even knowing whether one exists .
>>>>>
>>>>
>>>> It's not a cheat, it's a complete mathematical description. Every 
>>>> mathematical structure can be ultimately described as a pure set. 
>>>> Classical 
>>>> physics and quantum physics have not been described as pure sets and so 
>>>> they are not complete mathematical descriptions. The fact that it is not 
>>>> feasible for us to achieve such a description of physical structures 
>>>> doesn't mean that it doesn't exist.
>>>>
>>>>
>>>> And the fact that you can form a sentence using the word doesn't mean 
>>>> it exists either.  
>>>>
>>>
>>> Which word?
>>>
>>>
>>> "Complete" mathematical description.
>>>
>>
>> I said it because according to set theory every mathematical structure 
>> can be reduced to a pure set. So a pure set would be a complete 
>> mathematical description of any object. It basically means that an object 
>> is analyzed down to its smallest parts (empty sets). This internal 
>> structure of the object also establishes all the object's relations to all 
>> other objects, including for example the relation of "insurability" between 
>> a car and insurance providers.
>>
>>
>> Which means you are assuming the world is a mathematical structure.  In 
>> other words begging the question.
>>
>
> Yeah, I am assuming that things constitute collections - that's what a 
> mathematical structure is. What other kind of structure can there be?
>
>
> Don't you see that "things" and "collections" are concepts we impose on 
> the world.  Didn't you notice when the whole ontology of the world shifted 
> from particles to fields?  No?  Did you see metphysicians rushing to revise 
> their world views?
>

And the concept of "collections" obviously corresponds to the world. After 
all, how could it be otherwise? If there are two somethings they 
automatically constitute a collection of two somethings. Particles or 
fields, whatever - they have mathematical descriptions and mathematical 
descriptions are in principle reducible to pure sets.


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